Clones preserving a quasi-order
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by Andrei A. Krokhin, Dietmar Schweigert
http://kbibmp3.ub.uni-kl.de/Preprint/PS/rot_304.ps.gz
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Abstract:
Abstract. It is proved that if a finite non-trivial quasi-order is not a linear order then there exist 2
Citations
| 2 | A.A.Muchnik On existence of k-valued closed classes without finite basis – Yanov - 1959 |
| 1 | L.Hann'ak Construction of large sets of clones, Z.Math.Logik und Grundlag.Math – Demetrovics - 1987 |
| 1 | J.S/lupecki Kriterium pe/lno'sci wielowarto'sciowych system'ow logiki zda'n – Varsovie, III - 1939 |
| 1 | A.Szendrei Slupecki-type criteria for quasi-linear functions over a finite-dimensional vector space – Szabo - 1981 |
